Fault-free Hamiltonian cycles passing through a linear forest in ternary -cubes with faulty edges
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文摘
A linear forest in a graph is a subgraph each component of which is a path. In this paper, we investigate the existence of a Hamiltonian cycle passing through a linear forest in a ternary -cube () with faulty edges. Let be a faulty edge set of and be a prescribed linear forest in . If and , then there is a Hamiltonian cycle passing through in .

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